论文标题
模块化谎言代数的天使般的方式朝着金的猜想
Angelic way for modular Lie algebras toward Kim's conjecture
论文作者
论文摘要
我们认为在特征$ p \ geq 7 $的代数封闭场上，模块化谎言代数。本文旨在证明经典的模块化代数，尤其是$ c_l $和$ a_l $ type的猜想，应该是公园的Lie代数，因此应该是一个弱点代数。
We consider modular Lie algebras over algebraically closed field of characteristic $p \geq 7$. This paper purports to prove the conjecture that classical modular Lie algebras,in particular of $C_l$ and of $A_l$ type, should be a Park's Lie algebra, and so a Hypo- Lie algebra.
